AbstractWe prove the Freiheitssatz for Poisson algebras in characteristic zero. We also give a new proof of the tameness of automorphisms for two generated free Poisson algebras and show that an analogue of the commutator test theorem is equivalent to the two-dimensional classical Jacobian conjecture
AbstractWe show that a Poisson structure can be induced on the affine moduli space of (semisimple) r...
AbstractLet k be an arbitrary field of characteristic 0. It is shown that for any n⩾1 the universal ...
The Dunn--Lurie additivity theorem states that an algebra with $n$ compatible multiplications is the...
AbstractWe prove the Freiheitssatz for Poisson algebras in characteristic zero. We also give a new p...
We prove that any two Poisson dependent elements in a free Poisson algebra and a free Poisson field ...
AbstractLet k be an arbitrary field of characteristic 0. It is shown that for any n⩾1 the universal ...
We prove that any two Poisson dependent elements in a free Poisson algebra and a free Poisson field ...
Abstract. We prove the Freiheitssatz for the variety of generic Poisson algebras. Key words: Freihei...
summary:Free Poisson algebras are very closely connected with polynomial algebras, and the Poisson b...
Abstract. Brown and Gordon asked whether the Poisson Dixmier-Moeglin equivalence holds for any compl...
A Poisson algebra is a commutative algebra with a Lie bracket {, } satisfying the Leibniz rule. Such...
Abstract. A Poisson analog of the Dixmier-Moeglin equivalence is established for any affine Poisson ...
Double Poisson structures (à la Van den Bergh) on commutative algebras are considered. The main resu...
summary:Free Poisson algebras are very closely connected with polynomial algebras, and the Poisson b...
summary:Free Poisson algebras are very closely connected with polynomial algebras, and the Poisson b...
AbstractWe show that a Poisson structure can be induced on the affine moduli space of (semisimple) r...
AbstractLet k be an arbitrary field of characteristic 0. It is shown that for any n⩾1 the universal ...
The Dunn--Lurie additivity theorem states that an algebra with $n$ compatible multiplications is the...
AbstractWe prove the Freiheitssatz for Poisson algebras in characteristic zero. We also give a new p...
We prove that any two Poisson dependent elements in a free Poisson algebra and a free Poisson field ...
AbstractLet k be an arbitrary field of characteristic 0. It is shown that for any n⩾1 the universal ...
We prove that any two Poisson dependent elements in a free Poisson algebra and a free Poisson field ...
Abstract. We prove the Freiheitssatz for the variety of generic Poisson algebras. Key words: Freihei...
summary:Free Poisson algebras are very closely connected with polynomial algebras, and the Poisson b...
Abstract. Brown and Gordon asked whether the Poisson Dixmier-Moeglin equivalence holds for any compl...
A Poisson algebra is a commutative algebra with a Lie bracket {, } satisfying the Leibniz rule. Such...
Abstract. A Poisson analog of the Dixmier-Moeglin equivalence is established for any affine Poisson ...
Double Poisson structures (à la Van den Bergh) on commutative algebras are considered. The main resu...
summary:Free Poisson algebras are very closely connected with polynomial algebras, and the Poisson b...
summary:Free Poisson algebras are very closely connected with polynomial algebras, and the Poisson b...
AbstractWe show that a Poisson structure can be induced on the affine moduli space of (semisimple) r...
AbstractLet k be an arbitrary field of characteristic 0. It is shown that for any n⩾1 the universal ...
The Dunn--Lurie additivity theorem states that an algebra with $n$ compatible multiplications is the...
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